Electric Field Inside Insulating Sphere

Electric Field Within not conducting sphere

Yes, the field inside a uniformly charged thin spherical shell is zero. Gauss' Law tin exist used to demonstrate this fact.

If there is no field, a charge inside volition feel no force. Right?

Permit we have a spherical, nonconducting, and thin shell of uniformly distributed positive charge Q and the radius is d. Will we get any electric field within the sphere whereas we know the electric field inside a conductor is zero?

I have seen some bug that considered the electrical field zip inside the sphere due to the charge distribution.

If the field is nothing inside the sphere and if we add some signal charge in the sphere, then what will be the forcefulness experienced by these point charge? Will nosotros get zero still?
- Since I cannot do comment so I simply comment here. The spherical crush you specified is nonconducting. Why practise you mention "the electric field inside a conductor is zero?" Delight improve your question.
The trouble is that the crush is nonconducting, so why the field inside is zero?
Why practise you lot suppose that the accuse inside a uniformly charged spherical conducting shell is nix? In both cases, the charge distribution is spherically symmetric, and in both cases Coulomb'due south Law can be used to calculate the field at whatsoever point inside. Since the charge distributions are (nearly) identical, the results volition be the same. No field within the spherical crush conductor, and no field inside the uniformly charged insulating shell.
Late edit: in the first sentence, delete the word "uniformly"!!